Question
The half-life of a medication is the amount of time it takes for the amount in the body to reduce by half. The half-life of Medication A is 1 hour and the initial dosage was 10 mg.
Which function models the amount of medication in milligrams after x hours?
The half-life of a medication is the amount of time it takes for the amount in the body to reduce by half. The half-life of Medication A is 1 hour and the initial dosage was 10 mg.
Which function models the amount of medication in milligrams after x hours?
f(x)=10-(0.5)x
f(x)=10(1.5)x
f(x)=10(0.5)x
f(x)=10-(1.5)x
Which function models the amount of medication in milligrams after x hours?
The half-life of a medication is the amount of time it takes for the amount in the body to reduce by half. The half-life of Medication A is 1 hour and the initial dosage was 10 mg.
Which function models the amount of medication in milligrams after x hours?
f(x)=10-(0.5)x
f(x)=10(1.5)x
f(x)=10(0.5)x
f(x)=10-(1.5)x
Answers
GPT 3.5
The correct function that models the amount of medication in milligrams after x hours is f(x) = 10 * (0.5)^x
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